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- saddle point value 鞍点量
- This is a saddle point, I seek the use of C language procedures. 这是一个由本人求鞍点的用C语言编写的程序。
- The floating point value NaN is not supported. 不支持浮点值NaN。
- The font size is specified by a point value. 字体大小由磅值指定。
- A stationary point which is neither a local maximum nor a local minimum point is called a saddle point. 一个既不是局部极大点又不是局部极小点的平稳点称为一个鞍点。
- Students received a score with a point value between 0 and 300. 学生们的分值在0到300之间。
- Students received a score with the point value between 0 to 300. 学生的分数范围在0到300之间。
- The rate of a process is based upon the energy barrier required to cross the corresponding saddle point, and a harmonic prefactor. 越过马鞍点和前因子所需的能量决定该过程的速度。
- An equavilent proposition of saddle point and a saddle point theorem in the sense of strict efficiency are given. 首先,给出集值优化问题在严有研究严有效意义下鞍点的一个等价命题和鞍点定理。
- Given data( not graphics), the Six Sigma Black Belt will be able to determine if the stationary point is a maximum, minimum or saddle point. 给定数据(是图形)6西格玛黑带应能确定驻点是最大值、小是还是马鞍点。
- These saddle points represent points of stagnation of the current flow. 这些鞍点代表电流的驻点。
- It is found that when the control signal is added the original saddle point embedded in the spatiotemporal chaos is changed to an unstable focus. 研究发现,控制前时空混沌态中嵌入的鞍点,在施加控制信号后表现出不稳定焦点的行为。
- This paper studies the saddle point and duality theory of set-valued optimization problems in the sense of strict efficiency. 摘要本文研究集值优化问题在严有效意义下的鞍点理论及对偶理论。
- Given data (not graphics), The Six Sigma Black Belt will be able to determine if the stationary point is a maximum, minimum or saddle point. 译文:给定数据(不是图形),六西格玛黑带应该能够确定驻点是最大值、最小值还是承受点。
- We have developed a method for doing this, using the dimer method for saddle point finding combined with the kinetic Monte Carlo to advance the system over barriers. 我们设计了一种寻找马鞍点二聚物法与蒙特卡罗法相结合的方法。
- We change the impact systems into a nonsmooth dynamical systems, we obtain criticalpoints using nonsmooth saddle point theorem which corresponding to our subharmonic solu-tions. 通过转化,我们将碰撞系统转化为一个非光滑动力系统,利用非光滑鞍点定理得到了一系列临界点,并证明此时我们所得的临界点就对应着原始模型的碰撞周期解。
- The Point value type is passed by value because the unmanaged API expects the POINT to be passed on the stack. 而因为非托管API要求在堆栈上传递POINT,因此Point值类型通过值传递。
- If the Point value type is passed by reference, a pointer to a Point is passed on the stack. 如果Point值类型通过引用传递,则指向Point的指针在堆栈上传递。
- And then,Vector Fritz John saddle point and Vector Kuhn Tucker saddle point are defined in this space,the relations between them,and between the weak efficient solution of vector extremum problems and them are dicussed. 然后 ;在这种空间中定义向量 Fritz-John鞍点和向量 Kuhn- Tucker鞍点 ;我们讨论了其二者之间以及向量极值问题的弱有效解与他们的关系 .
- Note: If you wish your class to sketch trajectories for anything except saddle points, you will need to go beyond the discussion in the next. 注意:如果你愿你的班级除了鞍点以外为任何事描绘略图轨道,你将会需要在下一个中超越讨论。